Savings account that had an annual interest rate of 5%.
Calculate how much you would earn each year (Column 1).
o Hint: Be sure to use the NEW total account amount when calculating
compound interest earned!
Then, calculate how much money you would have at the end of each year
(Column 2).

Savings account that had an annual interest rate of 5%. Calculate how much you would earn each year

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Ответ:

sameh0425

03.05.2023

Business

The required value of c is -192.

Step-by-step explanation:

We are given the differential equation:

$xy'+2y=4x^2 \\(x0)$

The solution to the given differential equation is:

$y=x^2+\dfrac{c}{x^2}$

Initial condition:

y(4) = 4

Putting the values, in the solution, we get,

$4=(4)^2+\dfrac{c}{(4)^2}\\\\4 = 16+\dfrac{c}{(4)^2}\\\\\Rightarrow \dfrac{c}{(4)^2}=-12\\\Rightarrow c =-12(16)\\\Rightarrow c =-192$

Thus, the required value of c is -192.

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Savings account that had an annual interest rate of 5%. Calculate how much you would earn each year (Column 1). o Hint: Be sure to use the NEW total account amount when calculating compound interest earned! Then, calculate how much money you would have at the end of each year (Column 2).